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I just started having a look at Jones’ thesis on “Poly T-complexes” cited at T-complex, in the hope that the general shapes he considers might be useful in “combinatorializing” the notion of disc-like n-category. As previous related work, he cites a University of Warwick MPhil thesis of S. Hintze called “Polysets, 2-sets and semi-cubical sets”, and his description of Hintze’s “polysets” sounds vaguely similar to what Morrison and Walker call “cone-product sets”. Does anyone know where I can obtain a copy of Hintze’s work?
I don’t, but BTW: did you find the answer to the question on blob-categories, that you asked recently?
Yes, Kevin emailed me privately and we worked it out. The definition given in their paper at the time required a little bit of fixing, but after that I was able to follow his argument for the unit laws.
I have suggested to Ronnie that he chip in here. He probably still has Hintze’s thesis.
Huh, somehow a bunch of posts here didn’t show up in my RSS. Thanks for all the references! Although at the moment I’m mostly just interested in the definition of “polysets”, to compare it with “cone-product sets”.
I noted that singular complex was grey on an entry, so did some redirects. The point was that there was no really linking into thin from the simplicial set entry. There was an actual link but the wording seemed not to be quite optimal. I have tried to fix them so give these entries a glance, adjust etc.
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